Conversions of Logs and Exponents
Expand and Condense Logs with the Rules
Solving Logarithms
*Bonus Questions*
100

Log28=3

2= 8

100

log 4 + log 3

log ( 4*3)

log 12

100

log 7 1/49 = X

7= 1/49 

x = -2 

100

Finish the sentence Exponents are the _________ operations of Logs 

Inverse or Opposite 

200

Log464=3

43= 64 

200

log 10 - log 4

log 10/log 4 

or 

log (10/4) 

200

log 256 = X

4x = 256 

x=4

200

Express b log a in a different way

What is log ab?

300

Log11121=2

112=121

300

log 82

2 log 8 

300

log 9 = X

3x = 9 

x = 2

300

How many solutions does the following have? logx(1) = 0

Infinitely many. Anything raised to the zero power is 1.

400

Log61/36 =-2

6-2= 1/62 = 1/36 

400

log(2/5)

log 2 - log 5

400

What is the solution of 2(3x+4) = 56

x = log328 - 4

400

What is the value of logx(x3)?

What is 3?

500

xy= z

log x z = y 

500

log 5 - log 3

2 log 5 - log 3

2 log 5 / log 3

500

Express in logarithmic form: p = (1/2)q

log1/2(q) = p

500
Express log a + log b in a different way.

 log ab